Physics, asked by pimbimepo8, 1 year ago

How will the kinetic energy change if the momentum of a particle is doubled

Answers

Answered by nandinibatta
1

KE = \frac{p^{2} }{2m}\\\\KE = \frac{(2p)^{2} }{2m}\\ \\KE = 4\frac{p^{2} }{2m}

Kinetic energy becomes four times the original.


pimbimepo8: Whats that p thing and 2m can u xplain llss
nandinibatta: p is linear momentum and m is mass
nandinibatta: KE = (p^2)/2m is the relation between linear momentum and kinetic energy if an object
pimbimepo8: The last answer 4p thing how the square left after that
Answered by rutuja321
1
here's your answer.....
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